Results 21 to 30 of about 73 (47)
On Three General q, w- Apostol Polynomials and their Connection to q, w- Power Sums
, 2019 The purpose of this article is to continue our study of q, ω-special functions, in particular three general q, ω-Apostol polynomials, which contain an extra parameter λ.
Thomas Ernst
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Barnes-type narumi of the first kind and poisson-charlier mixed-type polynomials
, 2014 In this paper, we consider Barnes-type Narumi and Poisson-Charlier mixed type polynomials and we give various identities of those polynomials which are derived from umbral calculus.
D. V. Dolgy, Dae San Kim, Taekyun Kim
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ON POLYNOMIALS OF SHEFFER TYPE ARISING FROM A CAUCHY PROBLEM
, 2003 A new sequence of eigenfunctions is developed and studied in depth. These theta polynomials are derived from a recent analytic solution of the canonical Cauchy problem for parabolic equations, namely, the inverse heat conduction problem.
D. Meredith
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© Hindawi Publishing Corp. ON POLYNOMIALS OF SHEFFER TYPE ARISING FROM A CAUCHY PROBLEM
, 2002 A new sequence of eigenfunctions is developed and studied in depth. These theta polynomials are derived from a recent analytic solution of the canonical Cauchy problem for parabolic equations, namely, the inverse heat conduction problem.
D. G. Meredith
core
A note on some identities of derangement polynomials. [PDF]
J Inequal Appl, 2018 Kim T, Kim DS, Jang GW, Kwon J.
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Korobov polynomials of the third kind and of the fourth kind. [PDF]
Springerplus, 2015 Kim T, Kim DS.
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Extended finite operator calculus—an example of algebraization of analysis
Open Mathematics, 2004 Kwaśniewski Andrzej, Borak Ewa
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Determinant representations of Appell polynomial sequences
, 2008 Yongzhi Yang
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Some identities involving Appell polynomials
Quaestiones Mathematicae, 2020 In this paper, by the classical umbral calculus method, we establishidentities involving the Appell polynomials and extend some existing identities.Mathematics Subject Classication (2010): 05A40, 11B68, 70H03.Key words: Classical umbral calculus, Appell ...
Miloud Mihoubi
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